Auto Orb produces front windshield wipers and back windshield wipers. The company predicts a future demand of at least 250 pairs of front wipers ( x ) and 200 pairs of back wipers ( y ) each day. Auto Orb’s production capacity is limited to producing at most 500 pairs of each kind. It needs to ship a total of at least 600 pairs of wipers each day. Which set of inequalities represents the constraints in this situation?

Answer:[tex]250 \leq x \leq 500[/tex][tex]200 \leq y \leq 500[/tex][tex]x+y \geq 600[/tex]Step-by-step explanation:The company needs to produce at least 250 and at max 500 [front wipers]They need to produce at least 200 and at max 500 [rear wipers]We can thus say:[tex]250 \leq x \leq 500[/tex]and[tex]200 \leq y \leq 500[/tex]Now, there is another constraint in the problem. They need to ship ATLEAST 600 wipers each day, that means the sum of x and y would need to be ATLEAST 600. So we can write another inquality:[tex]x+y \geq 600[/tex]These are the three inequalities that define the situation.